The energy of flow is given by E= y+V^2/2g.
For constant depth y, y as well as V=Q/By is constant.
So the energy of flow is constant.
Hence the correct option is: the energy of the flow is a constant.
Concept Question 10.04.1 If the depth of water flowing down a channel with a given slope...
7. Given the water surface (M2) profile, channel slope is MILD. Drawdown of the water surface occurs with approach to the free overfall For a 90-degree v-notch channel geometry, bed slope 0.0001, a Manning-n of 0.01 and a flow of 0.425 m'/s find (a) the Froude number and flow regime and (b) Critical depth near the free overfall (c) How far upstream does the flow become uniform (d) What is the water depth at this upstream location? M2 NDL DL...
Water is flowing in a trapezoidal channel with base width B-5' and side slope 3:1 (horizontal to vertical). If the flow depth is D-1.5' what is the flow rate for which the flow is critical?
Water flowing at a depth of 4-foet and a velocity of 5.5 f/sec in a 10-foot ular channel encounters a 6-inch hump on the floor of the channel. 8. (13 points) Water flowing at a wide rectangular Determine: ft ft ft Specific Energy approaching the bump Specific Energy crossing the bump Critical depth (ye) at the bump Critical energy (Ec) at the bump Does the bump "choke" the flow? ft
Water flowing at a depth of 4-foet and a velocity...
Q1) Consider a rectangular channel with a constant width b, a) Obtain the equation of water surface profile (dy/dx) as function of Froude number and channel bottom slope in a channel transition assuming that over a short distance Ax, the energy losses can be neglected. b) Using the equation you have obtained, draw the water surface profile if flow is supercritical and if there is a downward step at the channel bed and show your results on the graph of...
Water flowing uniformly in a rectangular open channel has manning value of 0.017, bottom slope of 0.0001, flow rate of 2.4, water depth of 1.72. Find the channel width
solve and show all work
A small, concrete, rectangular storm water channel has a uniform slope equal to 0.001, width of 5 meters and depth of 3 meters. If the channel is flowing full, what is its conveyance? Assume uniform flow conditions. Use n 0.013. 8. a. 15 m3/s b. 25 m3/s 35 m3/s 45 m3/s -. C. d.
A small, concrete, rectangular storm water channel has a uniform slope equal to 0.001, width of 5 meters and depth of...
Water flows down a rectangular channel that has a width of 2.2 m, a Manning's n of 0.019 and a slope of 1 in 200. Calculate the discharge in the channel when the depth of flow is 0.5 m, 1.0 m, 2.0 m, and 4.0 m. Plot a graph of depth against discharge and comment on its shape, [10 marks] A wide channel has a Manning's number = 0.021, a longitudinal bed slope of 1:250 and conveys 0.XX m3/s/m of...
Open channel flow must have a surface. Because of the free surface, is the driving force in open channel flow. The application of the equation is most effective to estimate the rapid loss of energy when determining the shape of flow profiles for Rapidly varied flow. Flow in open channels is mainly in the regime. Depth of Flow (y or d) – is the vertical distance of the lowest point of a channel section from the surface. In slope is...
please show all the steps
thank you
2. Water flowing at the normal depth in a rectangular concrete channel that is 12 m wide encounters an obstruction, causing the water level to rise above the normal depth at the obstruction and for some distance upstream. The water discharge is 126 m3/s, and the channel bottom slope is 0.00086. If the depth of water just upstream from the obstruction (yo) is 4.55 m, find the distance upstream to the point where...
Uniform water flow in a wide brick channel of slope 0.02 degrees moves over a 10-cm bump. A slight depression in the water surface results. If the minimum water depth per meter of width Then, again assuming uniform subcritical approach flow (V., y find (c) the flow rate and (d) y2 for which the flow at the crest of the bump is exactly critical (Fr2-10)
Uniform water flow in a wide brick channel of slope 0.02 degrees moves over a...